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金元峰
2023-05-15 22:16
  • 金元峰
  • 金元峰 - 副教授 硕导-延边大学-理学院-个人资料

近期热点

资料介绍

个人简历


金元峰,1976年生,理学博士学位,副教授,硕士研究生导师
教育经历
1994/09 - 1997/06,延边大学,数学系
2001/09 - 2004/06,延边大学,数学系,硕士
2006/09 - 2010/02,韩国庆熙大学,应用数学系,博士
工作经历
2004/06- 2006/08,延边大学,数学系,助教
2007/07 - 2012/07,延边大学,数学系,讲师
2012/07-至今,延边大学,数学系,副教授,硕士研究生导师
其中:2012/07-2013/12,延边大学,理学院,办公室主任兼党办主任
2013/12-2015/05,延边大学,理学院,副院长(挂职)
2015/05-至今, 延边大学,研究生院,副院长
讲授课程
计算方法;数学软件,C语言;偏微分方程

研究领域


偏微分方程有限差分数值解法"科研项目
(1) 国家自然基金:高维时滞偏微分方程高精度算法研究(11361066)

近期论文


[1]Y. F. Jin*, J. X. Jiang. An AGEI Method for Solving Four-order Diffusion Equations. Information Technology Journal. 9(5):1044-1048,2010 (EI)
[2]Y. F. Jin*, G. Z. Jin. New finite difference domain decomposition algorithm for two-dimensional heat equation. Information Technology Journal. 9(6):1325-1330,2010 (EI)
[3]金元峰*、一种新的求解Poisson方程的并行Guass-Seidel算法,延边大学学报(自然科学版), 第36卷,第4期,11-15页, 2010
[4]金元峰*、一类时滞抛物型方程的差分格式,延边大学学报(自然科学版),第37卷,第4期,283-286页, 2011
[5]Y. F.Jin*, G. Z. Jin. A class of high-precision finite difference parallel algorithms for convection equation .Journal of Convergence Information Technology. 6(1):79-83,2011 (EI)
[6]Yongjie Piao*, Yuanfeng Jin. New unique common fixed point reaults for four mappings with Phi-contractive type in 2-metric space. Applied Mathematics.Vol.45(4):155-163, 2012
[7]Yuanfeng Jin*,Jinxi Jiang, Chengmin Hou. New difference scheme for general delay parabolic equations. Journal of Information and Computation Science.Vol.9:5579-5586, 2012 (EI)
[8]Yuanfeng Jin*, Chengmin Hou. Review of applications of partial differential equations for image enhancement. Scientific Research and Essays. Vol. 7(44):3766-3783, 2012 (SCI)
[9]Zuoshi Xie, Yuanfeng Jin, Chengmin Hou*. Multiple Solutions for a Fractional Difference Boundary Value Problem via Variational Approach. Abstract and Applied Analysis. Article ID 143914, 16 pages , 2012 (SCI)
[10]Y. F. Jin*, L. J. Zhao, T. H. Ma. New parallel Three-level Iterative Method for Diffusion Equation. Information Technology Journal. 9(4): 704- 709,2010 (EI)
[11]尹永学,朴光日,金元峰.基于二次B样条有限元法的Kuramoto-Sivashinsky方程的数值解,延边大学学报(自然科学版),第39卷第4期,2013年12月
[12]蔡国宪,金元峰, 稀疏网格配置法在随机Burgers’方程中的应用, 延边大学学报(自然科学版),第40卷第1期,2014年3月
[13]Shuiming Zhong,Yu Xue,Yunhao Jiang,Yuanfeng Jin*,A Sensitivity-Based Improving Learning Algorithm for MadalineRule II. Mathematical Problems in EngineeringVolume 2014, Article ID 219679, 8 pages
[14]朴勇杰,金海兰,金元峰. TVS-值锥度量空间上四个映射的唯一公共不动点.数学物理学报.35(1):172-181.2015
[15]Weiwei Yuan, Donghai guan and Yuanfeng Jin*. optimized reputable sensing participants extraction for participatory sensor networks. Mathematical Problems in EngineeringVolume 2014, Article ID 898761, 10 pages
[16]Lu, G, Jin, YF. Functional inequalites associated with inner product preserving mappings. Journal of Computational Analysis & Application: 18(6): 964-972,2015
[17]WenhuanChi1,Yuan Tian2, Mznah Al-Rodhaan2, Abdullah Al-Dhelaan2 ,Yuanfeng Jin1 ,A Revised Received Signal Strength Based Localization for Healthcare,International Journal of Multimedia and Ubiquitous Engineering
Vol.10, No.10 (2015), pp.273-282
[18] Tinghuai Ma , Xichao Xu , Meili Tang , Yuanfeng Jin *. A Distributed Real-Time Query Scheme for Meteorological Data Based on HBase. Future Internet 2016, 8(1), 6; doi:10.3390/fi8010006.
[19] Mingzhe Sun,Yuanfeng Jin andChengmin HouCertain fractional q-symmetric integrals and q-symmetric derivatives and their application.Advances in Difference Equations20162016:222
DOI: 10.1186/s13662-016-0947-7
[20]Gang Lu,Jun Xie,Qi Liu, Yuanfeng Jin*,Hyersiulam stability of derivations in fuzzy banach space. Journal of Nonliear Science and Applications.9:5970-5979,2016
出版物
1.Yanfeng Jin. Finite difference parallel algorithms for parabolic,LAMBERT Academic publishing,2015, ISBN:978-3-659-69386-1
2.金元峰,吕刚.《数值分析》,延边大学出版社,ISBN 978-7-5634-8535-2,2015.9

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